From Gogeometry


Using :


- Define α = ∠BAF and β = ∠DAE
 - α+β+45°=90° => α+β = 45°
 - Define E’ rotation of E anticlockwise with an angle of 90°
 - =>AE=AE’, β = ∠DAE = ∠BAE’
 - ∠FAE’= α+β = 45°
 - ΔFAE’ is congruent to ΔFAE (SAS) => FE’=FE
 - Therefore a+b=x
 
From Gogeometry


Using :

